library(dplyr)

Attaching package: ‘dplyr’

The following objects are masked from ‘package:stats’:

    filter, lag

The following objects are masked from ‘package:base’:

    intersect, setdiff, setequal, union

Accuracy

Importing data: USIDNET

library(dplyr)
USIDNET_reducida_04a<-readRDS(paste0("data/","USIDNET_reducida_04a",".rds"))
USIDNET_reducida_04a

Train / Test Split

# lista_data_acc<-list()
USIDNET_reducida_05<-as.data.frame(USIDNET_reducida_04a)
USIDNET_reducida_05$dx<-as.numeric(as.factor(USIDNET_reducida_05$Category))
library(caret)
prop_extraer_base<-.75

set.seed(prop_extraer_base*100)
inTrain <- createDataPartition(y = USIDNET_reducida_05$dx,
                                     ## the outcome data are needed
                                     p = prop_extraer_base,#prop_para_partition_malos,
                                     ## The percentage of data in the
                                     ## training set
                                     list = FALSE)
pob00_train0 <- USIDNET_reducida_05[ inTrain,]
pob00_test0 <- USIDNET_reducida_05[ -inTrain,]
pob00_train0%>%as_data_frame(); pob00_test0%>%as_data_frame()
#names(pob00_train0)

Prep data for training

source("utils/descenso_gradiente_bbva.R")
x_ent <- pob00_train0 %>% 
  select( -id_px, -Category,-dx
  #   one_of(
  #     unique(subgb02_data01$VARIABLE_NUEVA_CLASIFICACION1[subgb02_data01$VARIABLE_NUEVA_CLASIFICACION1%in%names(USIDNET_reducida_01)]))
  # )%>%
  ) %>%
  as.matrix
y_ent <- pob00_train0$dx
x_ent_s <- scale(x_ent)
medias <- attr(x_ent_s, 'scaled:center')
sd <- attr(x_ent_s, 'scaled:scale')

x_ent%>%as_data_frame();x_ent_s%>%as_data_frame()

Prep data test

x_pr <- pob00_test0  %>% 
  select( -id_px, -Category,-dx
  #   one_of(
  #     unique(subgb02_data01$VARIABLE_NUEVA_CLASIFICACION1[subgb02_data01$VARIABLE_NUEVA_CLASIFICACION1%in%names(USIDNET_reducida_01)]))
  # )%>%
  ) %>%
  as.matrix
y_pr <- pob00_test0$dx

x_pr%>%as_data_frame()

Hyperparameters & Iterations

p<-ncol(x_ent)
K<-length(unique(USIDNET_reducida_05$dx))
# dev_ent <- devianza_calc(x = x_ent_s,y =  y_ent)
# grad <- grad_calc(x_ent = x_ent_s, y_ent)

dev_ent <- devianza_calc(x = x_ent_s,y =  y_ent)
grad <- grad_calc(x_ent = x_ent_s, y_ent)

iteraciones05 <- descenso(5001,rep(0, (p+1)*(K-1)), eta=0.0001, 
                          h_deriv = grad, dev_fun = dev_ent)
[1] "iteration:100 - betas from 101"
[1] "iteration:200 - betas from 201"
[1] "iteration:300 - betas from 301"
[1] "iteration:400 - betas from 401"
[1] "iteration:500 - betas from 501"
[1] "iteration:600 - betas from 601"
[1] "iteration:700 - betas from 701"
[1] "iteration:800 - betas from 801"
[1] "iteration:900 - betas from 901"
[1] "iteration:1000 - betas from 1001"
[1] "iteration:1100 - betas from 1101"
[1] "iteration:1200 - betas from 1201"
[1] "iteration:1300 - betas from 1301"
[1] "iteration:1400 - betas from 1401"
[1] "iteration:1500 - betas from 1501"
[1] "iteration:1600 - betas from 1601"
[1] "iteration:1700 - betas from 1701"
[1] "iteration:1800 - betas from 1801"
[1] "iteration:1900 - betas from 1901"
[1] "iteration:2000 - betas from 2001"
[1] "iteration:2100 - betas from 2101"
[1] "iteration:2200 - betas from 2201"
[1] "iteration:2300 - betas from 2301"
[1] "iteration:2400 - betas from 2401"
[1] "iteration:2500 - betas from 2501"
[1] "iteration:2600 - betas from 2601"
[1] "iteration:2700 - betas from 2701"
[1] "iteration:2800 - betas from 2801"
[1] "iteration:2900 - betas from 2901"
[1] "iteration:3000 - betas from 3001"
[1] "iteration:3100 - betas from 3101"
[1] "iteration:3200 - betas from 3201"
[1] "iteration:3300 - betas from 3301"
[1] "iteration:3400 - betas from 3401"
[1] "iteration:3500 - betas from 3501"
[1] "iteration:3600 - betas from 3601"
[1] "iteration:3700 - betas from 3701"
[1] "iteration:3800 - betas from 3801"
[1] "iteration:3900 - betas from 3901"
[1] "iteration:4000 - betas from 4001"
[1] "iteration:4100 - betas from 4101"
[1] "iteration:4200 - betas from 4201"
[1] "iteration:4300 - betas from 4301"
[1] "iteration:4400 - betas from 4401"
[1] "iteration:4500 - betas from 4501"
[1] "iteration:4600 - betas from 4601"
[1] "iteration:4700 - betas from 4701"
[1] "iteration:4800 - betas from 4801"
[1] "iteration:4900 - betas from 4901"
[1] "iteration:5000 - betas from 5001"
iteraciones<-iteraciones05
devianzas_iteraciones<-sapply(1:nrow(iteraciones),function(i) dev_ent(iteraciones[i,]))
df_devianzas_iteraciones<-data.frame(
  id=1:nrow(iteraciones),
  devianzas=devianzas_iteraciones
)

saveRDS(iteraciones,"data/iteraciones_5001_0s_0.0001_copy.rds")

All the deviances

# iteraciones<-readRDS("data/iteraciones_5001_0s_0.0001_copy.rds")
p<-ncol(x_ent)
K<-length(unique(USIDNET_reducida_05$dx))
dev_ent <- devianza_calc(x = x_ent_s,y =  y_ent)
grad <- grad_calc(x_ent = x_ent_s, y_ent)

devianzas_iteraciones<-sapply(1:nrow(iteraciones),function(i) dev_ent(iteraciones[i,]))
df_devianzas_iteraciones<-data.frame(
  id=1:nrow(iteraciones),
  deviances=devianzas_iteraciones
)
df_devianzas_iteraciones

Top5 Performances

lista_data_acc<-list()

top5<-head(df_devianzas_iteraciones%>%arrange(deviances))
data_acc<-data_frame()
for(id_top in 1: nrow(top5)){
  id_mindev<-top5[id_top,1]
  print(paste0("-------->>>> id: ",id_top,"<<<<--------"))
  print(id_mindev)
  
  print("deviance:")
  print(dev_ent(iteraciones[id_mindev,]))
  
  probas <- pred_multinom(x_ent_s, iteraciones[id_mindev,])
  clase <- apply(probas, 1, which.max)
  print("train:")
  #print(table(clase, y_ent ))
  acc_train<-1 - mean(clase != y_ent)
  print(acc_train)
  
  x_pr_s <- scale(x_pr, center = medias, scale = sd)
  probas <- pred_multinom(x_pr_s, iteraciones[id_mindev,])
  clase <- apply(probas, 1, which.max)
  print("test:")
  #print(table(clase, y_pr ))
  acc_test<-1 - mean(clase != y_pr)
  print(acc_test)
  
  data_acc<-data_acc%>%
    bind_rows(
      data_frame(
        id=id_mindev,
        dev_train=dev_ent(iteraciones[id_mindev,]),
        acc_train=acc_train,
        acc_test=acc_test 
      )
    )
}
[1] "-------->>>> id: 1<<<<--------"
[1] 4840
[1] "deviance:"
[1] 4298.162
[1] "train:"
[1] 0.6562848
[1] "test:"
[1] 0.5401338
[1] "-------->>>> id: 2<<<<--------"
[1] 4839
[1] "deviance:"
[1] 4378.981
[1] "train:"
[1] 0.6779755
[1] "test:"
[1] 0.5618729
[1] "-------->>>> id: 3<<<<--------"
[1] 4273
[1] "deviance:"
[1] 4428.902
[1] "train:"
[1] 0.6451613
[1] "test:"
[1] 0.5183946
[1] "-------->>>> id: 4<<<<--------"
[1] 4272
[1] "deviance:"
[1] 4488.603
[1] "train:"
[1] 0.6457175
[1] "test:"
[1] 0.5284281
[1] "-------->>>> id: 5<<<<--------"
[1] 4614
[1] "deviance:"
[1] 4503.951
[1] "train:"
[1] 0.6490545
[1] "test:"
[1] 0.5401338
[1] "-------->>>> id: 6<<<<--------"
[1] 4810
[1] "deviance:"
[1] 4521.62
[1] "train:"
[1] 0.6529477
[1] "test:"
[1] 0.5334448
# idmin<-data_acc%>%
#   filter(acc_test==max(acc_test))%>%
#   filter(acc_train==max(acc_train))%>%
#   filter(id==min(id))%>%
#   pull(id)
idmin<-data_acc%>%
  filter(dev_train==min(dev_train))%>%
  filter(acc_test==max(acc_test))%>%
  filter(acc_train==max(acc_train))%>%
  filter(id==min(id))%>%
  pull(id)


print("--------------------------------------------")
[1] "--------------------------------------------"
print("--------------- BEST  RESULT --------------")
[1] "--------------- BEST  RESULT --------------"
print("-------------- A C C U R A C Y --------------")
[1] "-------------- A C C U R A C Y --------------"
probas <- pred_multinom(x_ent_s, iteraciones[idmin,])
clase <- apply(probas, 1, which.max)
print("train:")
[1] "train:"
table_train<-table(clase, y_ent)
accuracy_train<-1 - mean(clase != y_ent)
print(accuracy_train)
[1] 0.6562848
print("
...
      ")
[1] "\n...\n      "
x_pr_s <- scale(x_pr, center = medias, scale = sd)
probas <- pred_multinom(x_pr_s, iteraciones[idmin,])
clase <- apply(probas, 1, which.max)
print("test:")
[1] "test:"
table_test<-table(clase, y_pr )
accuracy_test<-1 - mean(clase != y_pr)
print(accuracy_test)
[1] 0.5401338
mean(table_test)
[1] 4.152778
# lista_data_acc[[paste0("init",length(lista_data_acc))]]<-list(
lista_data_acc[["usidnet4a"]]<-list(
  "data_acc"=data_acc,
  "idmin"=idmin,
  "table_train"=table_train,
  "table_test"=table_test,
  "accuracy_train"=accuracy_train,
  "accuracy_test"=accuracy_test
)


print("
...
      ")
[1] "\n...\n      "
print("--------------------------------------------")
[1] "--------------------------------------------"
print("-------------- CONFUSION MATRIX -------------")
[1] "-------------- CONFUSION MATRIX -------------"
print("train:")
[1] "train:"
lista_data_acc$usidnet4a$table_train;
     y_ent
clase   1   2   3   4   5   6   7   8   9  10  11  12
   1   23   4   0   0   2  26   5   1   0   0   2   1
   2    3  48   1   0   2  26   5   1   0   0   5   1
   3    4   1  95   0   5  19   2   0   0   0   4   2
   4    0   0   0   5   0   2   0   0   0   0   1   1
   5    2   2   9   0  68  25   5   0   0   1  10   1
   6   48  23   7   4  17 581  31  14   0   3  31   8
   7    4  13   5   0   5  97 251   4   0   0  29  13
   8    2   2   1   0   0  10   1  12   0   0   1   0
   9    0   0   0   0   0   0   0   0   3   0   0   0
   10   1   1   0   0   2   0   0   0   0  15   3   0
   11   0   1   0   1   0  11   2   1   0   0  58   2
   12   1   3   1   0   4  19   3   0   0   0   8  21
print("test:")
[1] "test:"
lista_data_acc$usidnet4a$table_test;
     y_pr
clase   1   2   3   4   5   6   7   8   9  10  11  12
   1    4   2   1   0   0   8   1   0   1   0   5   0
   2    5  12   1   0   0  16   3   0   0   0   1   0
   3    0   3  19   0   6   4   0   0   1   0   5   0
   4    0   0   0   0   0   0   0   1   0   0   0   0
   5    1   0   0   0  11  11   1   1   0   1   1   0
   6   14  13   7   2   3 183  12   4   1   3  17   6
   7    1   4   5   0   2  38  81   3   0   0   6   6
   8    1   0   0   0   0   8   0   1   0   1   3   0
   9    0   0   0   0   0   2   0   0   0   0   0   0
   10   0   1   2   0   3   1   0   1   0   1   0   0
   11   3   1   0   0   0   5   2   2   0   0  10   0
   12   0   1   0   0   2   6   1   0   0   0   2   1
saveRDS(lista_data_acc,"data/lista_data_acc_usidnet4a_copy.rds")

Importances / Weights for feature

Taking the betas from minimum deviance

data_acc<-lista_data_acc$usidnet4a$data_acc
# idmin<-data_acc%>%
#   filter(acc_test==max(acc_test))%>%
#   filter(acc_train==max(acc_train))%>%
#   filter(id==min(id))%>%
#   pull(id)
idmin<-data_acc%>%
  filter(dev_train==min(dev_train))%>%
  filter(id==min(id))%>%
  pull(id)
betas<-iteraciones[idmin,]
# betas
#p;K;
#(p+1)*(K-1);
#length(betas)


df_betas <- as_data_frame(matrix(betas, K - 1, p + 1 , byrow = TRUE))%>%
  bind_rows(
    as_data_frame(matrix(c(1,rep(0,p)),nrow=1))
    )%>%
  mutate(
    dx=as.character(row_number())
  )%>%
  left_join(
    USIDNET_reducida_05%>%
      group_by(dx,Category)%>%
      summarise(
        n=n()
      )%>%
      ungroup()%>%
      mutate(
        dx=as.character(dx),
        prop=round(n/sum(n),3)
      )
  )%>%
  select(dx,Category,n,prop,one_of(names(.)))
Joining, by = "dx"
  
names(df_betas)<-c("dx","Category","n","prop",paste0("beta_",(seq(p+1)-1)))
df_betas
# prod_matrices<-as.matrix(cbind(1, x)) %*% t(beta_mat)

Calculating weights for feature per Dx

excluir<-c("dx","Category","n","prop")
    ptsig00<-as.data.frame(
      pob00_train0%>% 
        # select( -id_px, -Category, -dx)%>%
        select( -id_px, -Category)%>%
        mutate(intercept=1)%>%
        select(dx,intercept, one_of(names(.)))
  )#[c("malos","denomsy",names(siestan)[!names(siestan)%in%excluir])]

lista_resultados<-list()
tbl_pesos<-data_frame()
for(clase_i in 1:K){
  # clase_i<-1
  print(clase_i)
  dx_tmp<-pob00_train0%>%filter(dx==clase_i)%>%distinct(Category)%>%pull(Category)
  n_tmp<-df_betas%>%filter(dx==clase_i)%>%distinct(n)%>%pull(n)
  prop_tmp<-df_betas%>%filter(dx==clase_i)%>%distinct(prop)%>%pull(prop)
  print(dx_tmp)
  siestan<-as.data.frame(df_betas)[clase_i,]
  # ptsig00<-pob_test[c("malos","denomsy",names(siestan)[!names(siestan)%in%excluir])]
  #   ptsig<-as.data.frame(apply(ptsig00,2,as.numeric))
    ptsig<-as.data.frame(apply(ptsig00,2,as.numeric))
    varTi<-0
    # data_vars<-as.data.frame(ptsig[1,names(siestan)[!names(siestan)%in%excluir][-1]])
    data_vars<-as.data.frame(ptsig[1,names(ptsig00)[-c(1:2)]])
    names(data_vars)<-names(ptsig00)[-c(1:2)]
    data_vars[1,]<-0
    data_vars[2,]<-0
    # data_vars[3,]<-0
    
    for(j in 1:(length(names(ptsig))-2)){
      # j<-1
      #print(names(ptsig)[j+2])
      #print(names(siestan[!names(siestan)%in%excluir][1+j]))
      betawoe<-ptsig[,2+j]*as.numeric(siestan[!names(siestan)%in%excluir][1+j])
      ptsig<-cbind(ptsig,betawoe)
      
      varj<-round(sd(ptsig$betawoe),4)
      
      # woe_var<-names(siestan)[!names(siestan)%in%excluir][j+1]
      # var_original<-gsub("woe_","",woe_var)
      # mtr3_tmp<-MTR3_yk(ptsig[,3+j],ptsig$malos,ptsig$denomsy)
      
      # gini<-as.data.frame(
      #   df_ginis%>%
      #     filter(var==woe_var)
      # )$Gini #unique(lmtr5$lista$woes_nesp$Gini[lmtr5$lista$woes_nesp$var==var_tmp])
      # mtr4_tmp<-MTR4_yk(ptsig,"woe_IM_MEDIO_PAGO_TDC_6M",vobj = "malos",denomsy = ptsig$denomsy)
      
      data_vars[1,names(ptsig)[j+2]]<-names(siestan[!names(siestan)%in%excluir][1+j])
      data_vars[2,names(ptsig)[j+2]]<-varj
      # data_vars[3,names(ptsig)[j+2]]<-names(ptsig)[j+2]
      # data_vars[3,names(siestan)[!names(siestan)%in%excluir][1+j]]<-gini #max(mtr3_tmp$ga,mtr3_tmp$gd)
      
      varTi<-varTi + varj
      
      names(ptsig)[ncol(ptsig)]<-paste("beta",gsub(" ","_",names(ptsig)[2+j]),sep="_")
      
    }
    data_vars$varTi<-varTi
    # data_vars$varTi[3]<-0
    pesos<-round(as.numeric(data_vars[2,])/data_vars$varTi[2],4)
    data_vars<-rbind(data_vars,pesos)
    row.names(data_vars)<-c("id_beta","desviacion_s","pesos")#"nombre_original","pesos")
    #print(data_vars)
    data_vars<-as.data.frame(t(data_vars))
    #print(data_vars)
    
    #print(length(t(siestan[!names(siestan)%in%excluir][-1])))
    #blabla<-t(siestan[!names(siestan)%in%excluir][-1])
    #print(blabla)
    data_vars$beta_value <- c(t(siestan[!names(siestan)%in%excluir][-1]),-9999)
    data_vars$clase_i<-clase_i
    data_vars$Diagnostico<-dx_tmp
    data_vars$num_casos_dx<-n_tmp
    data_vars$proporcion_casos_dx<-prop_tmp
    data_vars$variable<-row.names(data_vars)
    
    # data_vars<-data_vars[,c(6,1:5)]
    data_vars<-data_vars%>%
      select(Diagnostico,clase_i,num_casos_dx,proporcion_casos_dx,variable,id_beta,beta_value,desviacion_s,pesos)
    
    
    tbl_pesos<-rbind(tbl_pesos,data_vars)
}
[1] 1
[1] "AB Deficiency"
[1] 2
[1] "AGAMMA"
[1] 3
[1] "CGD"
[1] 4
[1] "COMPDEF"
[1] 5
[1] "CORE"
[1] 6
[1] "CVID"
[1] 7
[1] "DGS"
[1] 8
[1] "HIGM"
[1] 9
[1] "LAD"
[1] 10
[1] "NEMO"
[1] 11
[1] "SCID"
[1] 12
[1] "WAS"
tbl_pesos<-tbl_pesos%>%
  mutate(
    variable=gsub('Bajo','low',variable),
    variable=gsub('Alto','high',variable),
    variable=gsub('LINFOCITOS','Lymphocytes',variable),
    variable=gsub('LEUCOCITOS','Leukocytes',variable),
    variable=gsub('MONOCITOS','Monocytes',variable),
    variable=gsub('NEUTROFILOS','Neutrophils',variable),
    variable=gsub('PLAQUETAS','Plateletes',variable),
    variable=gsub('EOSINOFILOS','Eosinophils',variable),
    variable=gsub('Dolor_abdominal','I_Abdominal_pain',variable),
    variable=gsub('Reflujo_gastroesofagico','I_Gastroesophageal_reflux',variable),
    variable=gsub('Dolor_toracico','I_Thoracic_pain',variable),
    variable=gsub('Dolor','I_Pain',variable),
    variable=gsub('Alto','high',variable)
  )
tbl_pesos%>%
  select(Diagnostico,num_casos_dx,proporcion_casos_dx,variable,beta_value,pesos)%>%
  rename(Dx = Diagnostico)%>%
  rename(number_cases_per_dx = num_casos_dx)%>%
  rename(percentage_cases_per_dx = proporcion_casos_dx)%>%
  rename(feature = variable)%>%
  rename(weight_importance = pesos)

Top 5 more important features per DX

tbl_pesos_01%>%
  group_by(Diagnostico)%>%
  arrange(Diagnostico,desc(pesos))%>%
  mutate(
    nivel_pesos=row_number()
  )%>%
  filter(nivel_pesos<=5)%>%
  ungroup()%>%
  arrange(desc(proporcion_casos_dx),Diagnostico,desc(pesos))%>%
  select(Diagnostico,variable,beta_value,pesos)%>%
  rename(Dx = Diagnostico)%>%
  rename(feature = variable)%>%
  rename(weight_importance = pesos)

Final Comments

---
title: "Multinomial logistic regression"
subtitle: "Through gradient descent"
output: html_notebook
---
```{r}
library(dplyr)
```

# Accuracy {.tabset}

## Importing data: USIDNET
```{r}
library(dplyr)
USIDNET_reducida_04a<-readRDS(paste0("data/","USIDNET_reducida_04a",".rds"))
USIDNET_reducida_04a
```

## **Train / Test Split**

```{r}
# lista_data_acc<-list()
USIDNET_reducida_05<-as.data.frame(USIDNET_reducida_04a)
USIDNET_reducida_05$dx<-as.numeric(as.factor(USIDNET_reducida_05$Category))
library(caret)
prop_extraer_base<-.75

set.seed(prop_extraer_base*100)
inTrain <- createDataPartition(y = USIDNET_reducida_05$dx,
                                     ## the outcome data are needed
                                     p = prop_extraer_base,#prop_para_partition_malos,
                                     ## The percentage of data in the
                                     ## training set
                                     list = FALSE)
pob00_train0 <- USIDNET_reducida_05[ inTrain,]
pob00_test0 <- USIDNET_reducida_05[ -inTrain,]
pob00_train0%>%as_data_frame(); pob00_test0%>%as_data_frame()
#names(pob00_train0)
```

## **Prep data for training**
```{r}
source("utils/descenso_gradiente_bbva.R")
x_ent <- pob00_train0 %>% 
  select( -id_px, -Category,-dx
  #   one_of(
  #     unique(subgb02_data01$VARIABLE_NUEVA_CLASIFICACION1[subgb02_data01$VARIABLE_NUEVA_CLASIFICACION1%in%names(USIDNET_reducida_01)]))
  # )%>%
  ) %>%
  as.matrix
y_ent <- pob00_train0$dx
x_ent_s <- scale(x_ent)
medias <- attr(x_ent_s, 'scaled:center')
sd <- attr(x_ent_s, 'scaled:scale')

x_ent%>%as_data_frame();x_ent_s%>%as_data_frame()
```

## **Prep data test**
```{r}
x_pr <- pob00_test0  %>% 
  select( -id_px, -Category,-dx
  #   one_of(
  #     unique(subgb02_data01$VARIABLE_NUEVA_CLASIFICACION1[subgb02_data01$VARIABLE_NUEVA_CLASIFICACION1%in%names(USIDNET_reducida_01)]))
  # )%>%
  ) %>%
  as.matrix
y_pr <- pob00_test0$dx

x_pr%>%as_data_frame()
```

## **Hyperparameters & Iterations**
```{r}
p<-ncol(x_ent)
K<-length(unique(USIDNET_reducida_05$dx))
# dev_ent <- devianza_calc(x = x_ent_s,y =  y_ent)
# grad <- grad_calc(x_ent = x_ent_s, y_ent)

dev_ent <- devianza_calc(x = x_ent_s,y =  y_ent)
grad <- grad_calc(x_ent = x_ent_s, y_ent)

iteraciones05 <- descenso(5001,rep(0, (p+1)*(K-1)), eta=0.0001, 
                          h_deriv = grad, dev_fun = dev_ent)
iteraciones<-iteraciones05
devianzas_iteraciones<-sapply(1:nrow(iteraciones),function(i) dev_ent(iteraciones[i,]))
df_devianzas_iteraciones<-data.frame(
  id=1:nrow(iteraciones),
  devianzas=devianzas_iteraciones
)

saveRDS(iteraciones,"data/iteraciones_5001_0s_0.0001_copy.rds")
```

## **All the deviances**
```{r}
# iteraciones<-readRDS("data/iteraciones_5001_0s_0.0001_copy.rds")
p<-ncol(x_ent)
K<-length(unique(USIDNET_reducida_05$dx))
dev_ent <- devianza_calc(x = x_ent_s,y =  y_ent)
grad <- grad_calc(x_ent = x_ent_s, y_ent)

devianzas_iteraciones<-sapply(1:nrow(iteraciones),function(i) dev_ent(iteraciones[i,]))
df_devianzas_iteraciones<-data.frame(
  id=1:nrow(iteraciones),
  deviances=devianzas_iteraciones
)
df_devianzas_iteraciones
```
## **Top5 Performances**
```{r}
lista_data_acc<-list()

top5<-head(df_devianzas_iteraciones%>%arrange(deviances))
data_acc<-data_frame()
for(id_top in 1: nrow(top5)){
  id_mindev<-top5[id_top,1]
  print(paste0("-------->>>> id: ",id_top,"<<<<--------"))
  print(id_mindev)
  
  print("deviance:")
  print(dev_ent(iteraciones[id_mindev,]))
  
  probas <- pred_multinom(x_ent_s, iteraciones[id_mindev,])
  clase <- apply(probas, 1, which.max)
  print("train:")
  #print(table(clase, y_ent ))
  acc_train<-1 - mean(clase != y_ent)
  print(acc_train)
  
  x_pr_s <- scale(x_pr, center = medias, scale = sd)
  probas <- pred_multinom(x_pr_s, iteraciones[id_mindev,])
  clase <- apply(probas, 1, which.max)
  print("test:")
  #print(table(clase, y_pr ))
  acc_test<-1 - mean(clase != y_pr)
  print(acc_test)
  
  data_acc<-data_acc%>%
    bind_rows(
      data_frame(
        id=id_mindev,
        dev_train=dev_ent(iteraciones[id_mindev,]),
        acc_train=acc_train,
        acc_test=acc_test 
      )
    )
}
# idmin<-data_acc%>%
#   filter(acc_test==max(acc_test))%>%
#   filter(acc_train==max(acc_train))%>%
#   filter(id==min(id))%>%
#   pull(id)
idmin<-data_acc%>%
  filter(dev_train==min(dev_train))%>%
  filter(acc_test==max(acc_test))%>%
  filter(acc_train==max(acc_train))%>%
  filter(id==min(id))%>%
  pull(id)


print("--------------------------------------------")
print("--------------- BEST  RESULT --------------")
print("-------------- A C C U R A C Y --------------")
probas <- pred_multinom(x_ent_s, iteraciones[idmin,])
clase <- apply(probas, 1, which.max)
print("train:")
table_train<-table(clase, y_ent)
accuracy_train<-1 - mean(clase != y_ent)
print(accuracy_train)

print("
...
      ")

x_pr_s <- scale(x_pr, center = medias, scale = sd)
probas <- pred_multinom(x_pr_s, iteraciones[idmin,])
clase <- apply(probas, 1, which.max)
print("test:")
table_test<-table(clase, y_pr )
accuracy_test<-1 - mean(clase != y_pr)
print(accuracy_test)


mean(table_test)
# lista_data_acc[[paste0("init",length(lista_data_acc))]]<-list(
lista_data_acc[["usidnet4a"]]<-list(
  "data_acc"=data_acc,
  "idmin"=idmin,
  "table_train"=table_train,
  "table_test"=table_test,
  "accuracy_train"=accuracy_train,
  "accuracy_test"=accuracy_test
)


print("
...
      ")

print("--------------------------------------------")
print("-------------- CONFUSION MATRIX -------------")

print("train:")
lista_data_acc$usidnet4a$table_train;
print("test:")
lista_data_acc$usidnet4a$table_test;
saveRDS(lista_data_acc,"data/lista_data_acc_usidnet4a_copy.rds")
```


# Importances / Weights for feature  {.tabset}


## **Taking the betas from minimum deviance**
```{r}
data_acc<-lista_data_acc$usidnet4a$data_acc
# idmin<-data_acc%>%
#   filter(acc_test==max(acc_test))%>%
#   filter(acc_train==max(acc_train))%>%
#   filter(id==min(id))%>%
#   pull(id)
idmin<-data_acc%>%
  filter(dev_train==min(dev_train))%>%
  filter(id==min(id))%>%
  pull(id)
betas<-iteraciones[idmin,]
# betas
#p;K;
#(p+1)*(K-1);
#length(betas)


df_betas <- as_data_frame(matrix(betas, K - 1, p + 1 , byrow = TRUE))%>%
  bind_rows(
    as_data_frame(matrix(c(1,rep(0,p)),nrow=1))
    )%>%
  mutate(
    dx=as.character(row_number())
  )%>%
  left_join(
    USIDNET_reducida_05%>%
      group_by(dx,Category)%>%
      summarise(
        n=n()
      )%>%
      ungroup()%>%
      mutate(
        dx=as.character(dx),
        prop=round(n/sum(n),3)
      )
  )%>%
  select(dx,Category,n,prop,one_of(names(.)))
  
names(df_betas)<-c("dx","Category","n","prop",paste0("beta_",(seq(p+1)-1)))
df_betas
# prod_matrices<-as.matrix(cbind(1, x)) %*% t(beta_mat)
```

## **Calculating weights for feature per Dx**
```{r}
excluir<-c("dx","Category","n","prop")
    ptsig00<-as.data.frame(
      pob00_train0%>% 
        # select( -id_px, -Category, -dx)%>%
        select( -id_px, -Category)%>%
        mutate(intercept=1)%>%
        select(dx,intercept, one_of(names(.)))
  )#[c("malos","denomsy",names(siestan)[!names(siestan)%in%excluir])]

lista_resultados<-list()
tbl_pesos<-data_frame()
for(clase_i in 1:K){
  # clase_i<-1
  print(clase_i)
  dx_tmp<-pob00_train0%>%filter(dx==clase_i)%>%distinct(Category)%>%pull(Category)
  n_tmp<-df_betas%>%filter(dx==clase_i)%>%distinct(n)%>%pull(n)
  prop_tmp<-df_betas%>%filter(dx==clase_i)%>%distinct(prop)%>%pull(prop)
  print(dx_tmp)
  siestan<-as.data.frame(df_betas)[clase_i,]
  # ptsig00<-pob_test[c("malos","denomsy",names(siestan)[!names(siestan)%in%excluir])]
  #   ptsig<-as.data.frame(apply(ptsig00,2,as.numeric))
    ptsig<-as.data.frame(apply(ptsig00,2,as.numeric))
    varTi<-0
    # data_vars<-as.data.frame(ptsig[1,names(siestan)[!names(siestan)%in%excluir][-1]])
    data_vars<-as.data.frame(ptsig[1,names(ptsig00)[-c(1:2)]])
    names(data_vars)<-names(ptsig00)[-c(1:2)]
    data_vars[1,]<-0
    data_vars[2,]<-0
    # data_vars[3,]<-0
    
    for(j in 1:(length(names(ptsig))-2)){
      # j<-1
      #print(names(ptsig)[j+2])
      #print(names(siestan[!names(siestan)%in%excluir][1+j]))
      betawoe<-ptsig[,2+j]*as.numeric(siestan[!names(siestan)%in%excluir][1+j])
      ptsig<-cbind(ptsig,betawoe)
      
      varj<-round(sd(ptsig$betawoe),4)
      
      # woe_var<-names(siestan)[!names(siestan)%in%excluir][j+1]
      # var_original<-gsub("woe_","",woe_var)
      # mtr3_tmp<-MTR3_yk(ptsig[,3+j],ptsig$malos,ptsig$denomsy)
      
      # gini<-as.data.frame(
      #   df_ginis%>%
      #     filter(var==woe_var)
      # )$Gini #unique(lmtr5$lista$woes_nesp$Gini[lmtr5$lista$woes_nesp$var==var_tmp])
      # mtr4_tmp<-MTR4_yk(ptsig,"woe_IM_MEDIO_PAGO_TDC_6M",vobj = "malos",denomsy = ptsig$denomsy)
      
      data_vars[1,names(ptsig)[j+2]]<-names(siestan[!names(siestan)%in%excluir][1+j])
      data_vars[2,names(ptsig)[j+2]]<-varj
      # data_vars[3,names(ptsig)[j+2]]<-names(ptsig)[j+2]
      # data_vars[3,names(siestan)[!names(siestan)%in%excluir][1+j]]<-gini #max(mtr3_tmp$ga,mtr3_tmp$gd)
      
      varTi<-varTi + varj
      
      names(ptsig)[ncol(ptsig)]<-paste("beta",gsub(" ","_",names(ptsig)[2+j]),sep="_")
      
    }
    data_vars$varTi<-varTi
    # data_vars$varTi[3]<-0
    pesos<-round(as.numeric(data_vars[2,])/data_vars$varTi[2],4)
    data_vars<-rbind(data_vars,pesos)
    row.names(data_vars)<-c("id_beta","desviacion_s","pesos")#"nombre_original","pesos")
    #print(data_vars)
    data_vars<-as.data.frame(t(data_vars))
    #print(data_vars)
    
    #print(length(t(siestan[!names(siestan)%in%excluir][-1])))
    #blabla<-t(siestan[!names(siestan)%in%excluir][-1])
    #print(blabla)
    data_vars$beta_value <- c(t(siestan[!names(siestan)%in%excluir][-1]),-9999)
    data_vars$clase_i<-clase_i
    data_vars$Diagnostico<-dx_tmp
    data_vars$num_casos_dx<-n_tmp
    data_vars$proporcion_casos_dx<-prop_tmp
    data_vars$variable<-row.names(data_vars)
    
    # data_vars<-data_vars[,c(6,1:5)]
    data_vars<-data_vars%>%
      select(Diagnostico,clase_i,num_casos_dx,proporcion_casos_dx,variable,id_beta,beta_value,desviacion_s,pesos)
    
    
    tbl_pesos<-rbind(tbl_pesos,data_vars)
}

tbl_pesos<-tbl_pesos%>%
  mutate(
    variable=gsub('Bajo','low',variable),
    variable=gsub('Alto','high',variable),
    variable=gsub('LINFOCITOS','Lymphocytes',variable),
    variable=gsub('LEUCOCITOS','Leukocytes',variable),
    variable=gsub('MONOCITOS','Monocytes',variable),
    variable=gsub('NEUTROFILOS','Neutrophils',variable),
    variable=gsub('PLAQUETAS','Plateletes',variable),
    variable=gsub('EOSINOFILOS','Eosinophils',variable),
    variable=gsub('Dolor_abdominal','I_Abdominal_pain',variable),
    variable=gsub('Reflujo_gastroesofagico','I_Gastroesophageal_reflux',variable),
    variable=gsub('Dolor_toracico','I_Thoracic_pain',variable),
    variable=gsub('Dolor','I_Pain',variable),
    variable=gsub('Alto','high',variable)
  )
tbl_pesos%>%
  select(Diagnostico,num_casos_dx,proporcion_casos_dx,variable,beta_value,pesos)%>%
  rename(Dx = Diagnostico)%>%
  rename(number_cases_per_dx = num_casos_dx)%>%
  rename(percentage_cases_per_dx = proporcion_casos_dx)%>%
  rename(feature = variable)%>%
  rename(weight_importance = pesos)
```


## **Top 5 more important features per DX**

```{r}
tbl_pesos_00<-tbl_pesos%>%
  mutate(
    desviacion_s=as.numeric(desviacion_s),
    pesos=as.numeric(pesos)
  )%>%
  # filter(variable!="varTi")%>%
  arrange(desc(proporcion_casos_dx),Diagnostico,desc(pesos))
saveRDS(tbl_pesos_00,"data/tbl_pesos_00_usidnet4a_iteraciones_5001_0s_0.0001_copy.rds")

tbl_pesos_00<-readRDS("data/tbl_pesos_00_usidnet4a_iteraciones_5001_0s_0.0001_copy.rds")


tbl_pesos_01<-tbl_pesos_00%>%
  filter(variable!="varTi")%>%
  group_by(Diagnostico)%>%
  arrange(Diagnostico,desc(pesos))%>%
  mutate(
    nivel_pesos=row_number()
  )%>%
  ungroup()%>%
  arrange(desc(proporcion_casos_dx),Diagnostico,desc(pesos))

saveRDS(tbl_pesos_01,"data/tbl_pesos_01_usidnet4a_iteraciones_5001_0s_0.0001_copy.rds")
write.csv(tbl_pesos_01,"data/tbl_pesos_01_usidnet4a_iteraciones_5001_0s_0.0001_copy.csv",row.names = F)


tbl_pesos_01%>%
  group_by(Diagnostico)%>%
  arrange(Diagnostico,desc(pesos))%>%
  mutate(
    nivel_pesos=row_number()
  )%>%
  filter(nivel_pesos<=5)%>%
  ungroup()%>%
  arrange(desc(proporcion_casos_dx),Diagnostico,desc(pesos))%>%
  select(Diagnostico,variable,beta_value,pesos)%>%
  rename(Dx = Diagnostico)%>%
  rename(feature = variable)%>%
  rename(weight_importance = pesos)
```

# Final Comments

* Since the best model's performance is too low (~`54% in test sample`), **it's been decided to try with another Machine Learning Technique such as `XGBoost`**
